@keyframes rwdcur21791 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 13 1, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 13 1, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 13 1, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 13 1, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2ElEQVRYhe2XsUrsQBSGv+xqoaAIgtaClVwUKycjCIJsZZ1nsF5sfIndt7CwcCsbH2BmWgsbEUWwEQQVRJRFYuHdsMlmkpmdFblw/yqEOef85//PzCTwy4jGiEkD44MIpEopjDEIIZBSBpOY8g0wxqC1DqmZQ2Nimf4T+FcJeA9hCYK2ZTCBwrZMfUkEEwjdlpOwoAgvS6oIjOWtryU2AsUj19lbX0usCtQl0lrT6XRcilUqGTQDLp3WKVl7EGmtUUpBvpPSdWWKDJQ0xpTGWRUQQmTJut0uSqnB9QvAycl5bn2StMbajjYFIiklcRxnL4odJEmLJGlxcLBXmsB1RiotEEJkJMoSbmx8cHh4C8DR0T2zs3mXXBSpIhBJKWm32zkSw9jcfGV19QaIWF+/Znv7bcSa4WZ8CcDfibUFv7xM0+/PAPD8vMjTU7N0XRzH1s83l+t4ZB4G6PXmOTv7A6RcXi6xv/8AwNbWu0NadwKAXYXj4wUAdnYuWFu7AiJ2dx8nTsCqwgB3dyvZc7OZH0YbeZjgbaj1Mp+fDfr9BkotZu+r/PcmMHw4FXF6Ok+vN0eaRiMxVfD5Jqyw4btosXhd974EfgS/TmDsf0MXuPw/ehPwXF9b5wvNncrgYdDwJwAAAABJRU5ErkJggg==) 13 1, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2klEQVRYhe2XvUoDQRSFvw0qqEEbURBSW2rn7HQ2gi+QxsrGB8iDJJLGyhfYRksRhBQyM2BjZy+ClUVAUSTJWqhLJmZ3ZzIREbzl7tw7555z5g9+OaIJctLA/CAAqVIKYwxCCKSUwSBmfBOMMWitQ+a0ojK1Sv8A/ioAbxOOiaBlGQxgZFmmviCCAYQuy2lIMBpekhQBmEhbX0nyAIxuuc7a+kqSy0BZIa01zWbTZbJCJoM84NJpGZOlG5HWGqUU2J1YUa0Ochn5YtIYMzY3lwEhRFas1WqhlPo6fgFIkgtr/NXVJu22/3LMYyCSUhLHcfZhtIN6fZck2eaD0Yg4vmVv7yn77+qRQgmEEBmIcQX7/Yg0/VCm15ul17M95uKRIgCRlJJGo2GBGI7T0yU6nS0gpdPZ4Pp6niS5sJgYbsYXAHw6Ni8Z4Ph4FYCTkxUODx8A2N+/4eDgMRsTx3Hu9c3lOP7mh3E419f71GpdIGJu7oVa7dmhtMd9oIgFgKOjS9bW7gF4e1vg7m7Rqa7rRhRJKdMiV9fruywvD9jZeeL1tcL5edUJ/FRPw263wtnZkvWtSH/wvJKVyTBJjg8ABzPaUda9L4AfiV8HMPHb0CVc3o/eADzHl87zDjgizcC1B9qSAAAAAElFTkSuQmCC) 13 1, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 13 1, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFklEQVRYhe2XP0scQRiHn/UsYjArnNyCxRVaBFKkcKvd7Q/s7PwEh4WNcLWwyRfYA7+DoGIrcqSfWQiIEGJhIUhWEuGKJLjIacimSG44L7d7M7eKBPKrht1533nm/b2zf+CJZU0Qk5WMLwWQCSGI4xjP8wiCoDTEtGlAHMdIKcuseU9TD5bpP8C/CmDchCNU6liWBhg6lpkpRGmAssfyISwYlpElRQATeWtqSR7A8CNX21tTS3IrMC6RlJIoinQWK6zkxM+BavUnjtOh0UgL5wkhiKIIIcQwDKDRhFJKhBB9G5TW1z/juqfc3Ng4zkt2dkZXZFwlcyvgeZ4at9vt/g4AWFr6get+BGBm5jurq+8VrKnyAKwgCPB9X12I41iNz8+nOTl5BUCv91xd39z8wvb2KWF4od0jlYJ7b8IwxLIskiQhSRKazaZKeHY2y/V1jePjBZaXP3F3V2Nl5QO2/RXH6bK4+Iy9vW8qWb1ep9PpALzVqYCqQqvVUpUY3M3VVYWDgzmOjmYBmJ+/pVK57Ydi2717yQYt1QX4nakgeHDa7m6VbncByEjTOaSsqbu+7+d+vukcw7/6YZTSdIqNjdcAbG25HB6+0Eht8C7wPK+wofb33/0ZWVxe6r9idGdaQRBkRV29ttbIDS6y8NG/iIr8NwYY34zmMSYAWs04qHG7NwV4FD05wMT/hjrS+X80BjCcP3adXw6H1CidPSXuAAAAAElFTkSuQmCC) 13 1, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 13 1, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 1, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 13 1, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 13 1, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKklEQVRYhe2XQWvUQBiGnyS7a5sqdouKlh48rAe14E2S/ClZFLz4G3YP3nr05K/wZjLgQVBE1NKKitoqK7prqdkk42G7G3ebSTJJQQQ/CCSb+b55533fLzMLfzmMCjmyZn4tANL3fYQQOI6D53m1QTR0E4QQBEFQZ865ME+s0n8A/yoAbRNmRK22rA1goS2lLojaAOq25UlIsBhakuQBqKStriQqAIuf3NLa6kqiZKCoUBAE9Hq9MpPlMlnZAw1JqZUWMVkIIAgCfN+fJtOKEu58MLj6aUgzjIlaDd6ds7kfi0xGiphUfgkdx5nd9/t9fN8H4PreATdffObM4CdLo0NOD0Zce73P7Z2oUjuqABie5+G67uwHIQQAicKKG/sjNsYGN35NSC3rkdy9wHGcGYhpwa23zxCbFxmurczZqzGOuLUzpvv0G3ffgyllKUaKWksCypU8ePydpdEhAHHTwgpjMCAxTba8SzxaiWZju91u5gmqaDc0YN4Pcy+TlAIrjNOiScKFcTrOdV3l8a3MdnzMD9OQpprApEThsgCAbBaiRnb6wVmbl8sy811VAJksfF21Jy45mksi+bLe5uFmm+enUklUEkLN3XB7rcXl3fT5Tec89zoWkJovT3/QPJItriQ0jUnZoyuyjpfLW70uAKUZVVG0el0AhRFWqFYLwPYyhHZr9vxqtaldQ9uEf2oaA086P1jfGzJo23y80sZVjFWF9p9TzfGF8/wG1EvivQUstZwAAAAASUVORK5CYII=) 13 1, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOElEQVRYhe2XTWvUUBSGn2TSceoHTj9w0VEQWgU/6lKS+CtEUPwXjhTd+BtmwF03Ltx06dqVCJIEhK4qorVKW6qOldk4iiaZXBfTyZhpvm4yIIIHAsnknHPfc9735N6Bv2xKgRhRMr4UAGFZFo7joOs6pmmWBqHJBjiOg23bZdaMmDqxTP8B/KsApEUYY6XGsjSAsbEUsiBKAyg7lpOgYNykKEkDUIhbWUqSAIx/cnNzK0tJYgeyEtm2TavVyrNYaicLa6Ai1FyVZnUyE4Bt21iWNQym6mms7N7iwqcGU66GXw3Ymd/nYf9JbEeyOpn4JdR1Pbxvt9tYlgXApc4Zrr5a5ES3Rq2ncbxb5eLbBitbNwuNYxIAxTRNDMMIf3AcB4BAEbEBp7/M0vDmufJrCcivkdS9QNf1EMQw4er2Gs7lTb7N/ozIS/MU7mzd4O76de7v3EYR5OpI1mgJILGSxy/uUesNZNSfCqi4KigQqILVa095dmw99G02m7EnqKzdUIGoHiIvg9F9xR2lUgOFU149fDYMI/H4lmc7PqSHoYmU6IB4rRQBAMR3wdf6sb4/Tnq8nt6eKIDYLnyt9wYqOShWINhf6LG2/JyNI+9DvyQKoeRuuDm3x9kPc6PnpQ4Pzj2K+KTxD5JHsvFKXNUfpD24/MphStKqlwWQKMYky6peFkCmuaovHVMKwLvpPdyjo0XfzOxK55AW4Z+cBsDLxc8sdOp0Z77z8byHgRHrm2TSf04l/TPX+Q1sjOWIzelMTwAAAABJRU5ErkJggg==) 13 1, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 13 1, auto;}
}
div.testarea{
animation:rwdcur21791 2.5s linear infinite forwards;
}